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Two of Maxwell's Equations Contain an Integral Over a Closed

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Two of Maxwell's equations contain an integral over a closed surface. For them the infinitesimal vector area Two of Maxwell's equations contain an integral over a closed surface. For them the infinitesimal vector area   is always: A)  tangent to the surface B)  perpendicular to the surface and pointing outward C)  perpendicular to the surface and pointing inward D)  tangent to a field line E)  perpendicular to a field line is always:


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